Every coherent logarithmic scheme decomposes into a jointly surjective collection of fine logarithmic faces, computable by monoidal Gröbner basis algorithms.
Complete moduli in the presence of semiabelian group action
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The many faces of a logarithmic scheme
Every coherent logarithmic scheme decomposes into a jointly surjective collection of fine logarithmic faces, computable by monoidal Gröbner basis algorithms.